Question #139611

cos^2y+sinxcosxcosy p=sinycos^2x using u=sinx and v=siny

Expert's answer

We can rewrite the equality as:

(1v2)±u1u21v2p=v(1u2)(1-v^2)\pm u\sqrt{1-u^2}\sqrt{1-v^2}p=v(1-u^2)

The sign is chosen depending on the sign of expression cosxcosycos\,x\,cos\,y .


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